ParaMonte Fortran 2.0.0
Parallel Monte Carlo and Machine Learning Library
See the latest version documentation.
pm_complexMinMax Module Reference

This module contains procedures and generic interfaces for computing element-wise minimum/maximum value/location of the real and imaginary components of scalars and arrays of arbitrary ranks of type complex of arbitrary kinds. More...

Data Types

interface  max
 Generate and return the component-wise maximum value of (both real and imaginary parts of) the input complex. More...
 
interface  maxloc
 Generate and return the component-wise location of the maximum value of (both real and imaginary parts of) the input complex. More...
 
interface  maxval
 Generate and return the component-wise maximum value of (both real and imaginary parts of) the input complex. More...
 
interface  min
 Generate and return the component-wise minimum value of (both real and imaginary parts of) the input complex. More...
 
interface  minloc
 Generate and return the component-wise location of the minimum value of (both real and imaginary parts of) the input complex. More...
 
interface  minval
 Generate and return the component-wise minimum value of (both real and imaginary parts of) the input complex. More...
 

Variables

character(*, SK), parameter MODULE_NAME = "@pm_complexMinMax"
 

Detailed Description

This module contains procedures and generic interfaces for computing element-wise minimum/maximum value/location of the real and imaginary components of scalars and arrays of arbitrary ranks of type complex of arbitrary kinds.

Remarks
The primary purpose of the procedures in this module is to provide a convenient element-wise evaluation of the minimum of the real and imaginary components of complex numbers.
Such cases frequently occur in various library testing scenarios.
Test:
test_pm_complexMinMax


Final Remarks


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For details on the naming abbreviations, see this page.
For details on the naming conventions, see this page.
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Author:
Fatemeh Bagheri, Wednesday 12:20 AM, October 13, 2021, Dallas, TX

Variable Documentation

◆ MODULE_NAME

character(*,SK), parameter pm_complexMinMax::MODULE_NAME = "@pm_complexMinMax"

Definition at line 50 of file pm_complexMinMax.F90.